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Results 51 - 54 of 54 for appName (0.09 seconds)

  1. cmd/metrics-v2.go

    				})
    
    				for apiName, latency := range disk.Metrics.LastMinute {
    					metrics = append(metrics, MetricV2{
    						Description:    getNodeDriveAPILatencyMD(),
    						Value:          float64(latency.Avg().Microseconds()),
    						VariableLabels: map[string]string{"drive": disk.DrivePath, "api": "storage." + apiName},
    					})
    				}
    			}
    		}
    
    Created: Sun Dec 28 19:28:13 GMT 2025
    - Last Modified: Sun Sep 28 20:59:21 GMT 2025
    - 133.6K bytes
    - Click Count (0)
  2. cmd/object-handlers.go

    		evt.EventName = event.ObjectManyVersions
    		sendEvent(evt)
    
    		auditLogInternal(context.Background(), AuditLogOptions{
    			Event:     "scanner:manyversions",
    			APIName:   "PutObject",
    			Bucket:    objInfo.Bucket,
    			Object:    objInfo.Name,
    			VersionID: objInfo.VersionID,
    			Status:    http.StatusText(http.StatusOK),
    		})
    	}
    
    Created: Sun Dec 28 19:28:13 GMT 2025
    - Last Modified: Sun Sep 28 20:59:21 GMT 2025
    - 120.6K bytes
    - Click Count (0)
  3. lib/fips140/v1.0.0-c2097c7c.zip

    nil, ErrDecryption } } return m.Bytes(N), nil } golang.org/fips140@v1.0.0-c2097c7c/fips140/v1.0.0-c2097c7c/rsa/testdata/gcd_lcm_tests.txt # GCD tests. # # These test vectors satisfy gcd(A, B) = GCD and lcm(A, B) = LCM. GCD = 0 A = 0 B = 0 # Just to appease the syntax-checker. LCM = 0 GCD = 1 A = 92ff140ac8a659b31dd9 B = 2f532c9e5902b0d68cd2 LCM = 1b2c97003e520b0bdd59 GCD = a A = faaffa431343074f5c5d B = 2f48ec5aa5511283c293 LCM = 4a15f305e9622aa19bd8 GCD = 16 A = cf0b21bde98b41b479ac B = 3be3f563f81d5ad5c121...
    Created: Tue Dec 30 11:13:12 GMT 2025
    - Last Modified: Thu Sep 25 19:53:19 GMT 2025
    - 642.7K bytes
    - Click Count (0)
  4. lib/fips140/v1.1.0-rc1.zip

    return nil, ErrDecryption } } return m.Bytes(N), nil } golang.org/fips140@v1.1.0-rc1/fips140/v1.1.0-rc1/rsa/testdata/gcd_lcm_tests.txt # GCD tests. # # These test vectors satisfy gcd(A, B) = GCD and lcm(A, B) = LCM. GCD = 0 A = 0 B = 0 # Just to appease the syntax-checker. LCM = 0 GCD = 1 A = 92ff140ac8a659b31dd9 B = 2f532c9e5902b0d68cd2 LCM = 1b2c97003e520b0bdd59 GCD = a A = faaffa431343074f5c5d B = 2f48ec5aa5511283c293 LCM = 4a15f305e9622aa19bd8 GCD = 16 A = cf0b21bde98b41b479ac B = 3be3f563f81d5ad5c121...
    Created: Tue Dec 30 11:13:12 GMT 2025
    - Last Modified: Thu Dec 11 16:27:41 GMT 2025
    - 663K bytes
    - Click Count (0)
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